ALTERALIA DEBT FUND III, FIL 1.0.0 2025-01-01 2025-06-30 ALTERALIA DEBT FUND III, FIL 1.0.0 2024-07-01 2024-12-31 ALTERALIA DEBT FUND III, FIL 1.0.0 2025-01-01 2025-06-30 ALTERALIA DEBT FUND III, FIL 1.0.0 2024-01-01 2024-12-31 ALTERALIA DEBT FUND III, FIL 1.0.0 2025-04-01 2025-06-30 ALTERALIA DEBT FUND III, FIL 1.0.0 2025-01-01 2025-03-31 ALTERALIA DEBT FUND III, FIL 1.0.0 2024-10-01 2024-12-31 ALTERALIA DEBT FUND III, FIL 1.0.0 2024-07-01 2024-09-30 ALTERALIA DEBT FUND III, FIL 1.0.0 2023-01-01 2023-12-31 ALTERALIA DEBT FUND III, FIL 1.0.0 2022-01-01 2022-12-31 ALTERALIA DEBT FUND III, FIL 1.0.0 2020-01-01 2020-12-31 ALTERALIA DEBT FUND III, FIL 1.0.0 2022-01-01 2024-12-31 ALTERALIA DEBT FUND III, FIL 1.0.0 2020-01-01 2024-12-31 ALTERALIA DEBT FUND III, FIL 1.0.0 2025-06-30 ALTERALIA DEBT FUND III, FIL 1.0.0 2024-12-31 ALTERALIA DEBT FUND III, FIL 1.0.0 2023-12-31 ALTERALIA DEBT FUND III, FIL 1.0.0 2022-12-31 iso4217:EUR xbrli:pure ALTERALIA DEBT FUND III, FIL 102 02 02 2025 EUR A+ (FITCH) false JOSE ORTEGA Y GASSET, 29 28006 - MADRID (MADRID) EM gestion@alantrawm.com www.alantra.com 05 Paseo de la Castellana 33 Edificio Fortuny 2 planta 28046 EM info@mutuactivos.com 2022-11-25 01 RENTA FIJA MIXTA EURO Elevado El FIL invertirá prácticamente el 100% de la exposición total en acciones Clase D del RAIF, fondo reservado de inversión alternativa luxemburgués, no supervisado por la CNMV ni por la CSSF y cuyo folleto no está verificado por ninguna autoridad. El RAIF buscará rendimientos ajustados al riesgo mediante la inversión principalmente en deuda (incluida la concesión de préstamos) y minoritariamente en capital, emitida por compañías cotizadas o no, con sede social o centro de dirección efectiva en España/Portugal. No aplica 1 ALTERALIA DEBT FUND III, CL A EUR 1373798 53 0.00 false 100.000,00 Euros 13096526.00 12935503.00 3607702.00 0.00 false 2025-06-27 9.5330 0.0000 9.1255 8.6819 true 0.00 0.00 0.00 0.00 01 0.00 0.00 01 4.47 5.11 02 12.32 12.95 11.69 14.80 13.12 11.12 LET. TESORO 1 AÑO 0.03 0.03 5.50 5.50 5.80 6.20 6.61 6.20 0.86 2.16 6.74 false GraficaVL.png png 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TESORO 1 AÑO 178.67 178.67 78.15 76.34 72.16 76.34 0.00 0.00 0.51 1.53 false GraficaVL.png png 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 false 13006291 13138479 0 0 13006291 13138479 0 0 0 0 133863 125154 -43629 -33243 13096525 13230390 13230390.10 8528233.88 13230390.10 -3.15 40.29 -3.15 -110.30 0 0 0 0 2.12 6.95 2.12 -59.64 2.54 7.72 2.54 -56.51 -0.42 -0.80 -0.42 -30.54 -0.33 -0.62 -0.33 -28.75 0 0 0 0 -0.09 -0.18 -0.09 -36.66 0 0.03 0 -100 13096525.72 13230390.10 13096525.72 No aplicable false false false false false false false false false false No aplicable false false false false false false false false false false 0.00 0.00 0.00 No aplicable a) Visión de la gestora/sociedad sobre la situación de los mercados. Ha sido un semestre marcado por la incertidumbre, los conflictos geopolíticos y la guerra arancelaria han sido los grandes protagonistas. Pero todo con una economía global aguantando y unos mercados que, aunque han vivido movimientos fuertes en el periodo tienden a cotizar más lo bueno que lo malo, resultando en un semestre de rentabilidades positivas en los activos de riesgo, también positiva la deuda gubernamental, salvo la europea a más largo plazo que sus retornos son ligeramente negativos. Las materias primas también con subidas en este primer semestre, sobre todo el oro subiendo más de un 20%, cierran un circulo de activos al alza. Con una excepción muy relevante para los inversores denominados en euros y es el movimiento del USD que ha caído un 12%, llevando muchas de las rentabilidades antes comentadas a terreno negativo. Así un inversor en los índices globales de renta variable al pasarlo a euros a acabado el semestre con una rentabilidad negativa. Como decíamos la economía a aguantado, con cierta decepción en EE.UU. respecto a lo esperado a principios de año y con sorpresa positiva en Europa, que mejora las expectativas pero no llega a superar las expectativas que hay para fin de año en EE.UU. En la parte americana vemos un mercado laboral que sigue fuerte, y aunque los datos de confianza han pasado por muchos escenarios diferentes en estos seis meses, al final hemos viso un repunte gracias a la tregua arancelaria y a unas empresas publicando buenos números. El Congreso americano finalmente aprobó el plan fiscal de Trump, que incluye recortes fiscales y aunque también reducción en el gasto, la balanza se inclina hacia un mayor déficit. En Europa, destacable la desaceleración de la inflación hasta niveles objetivos del BCE y un crecimiento, como decíamos, ligeramente superior a las expectativas. Todo esto permitió al Banco Central Europeo a proceder a su octavo recorte de tipos el pasado 5 de junio. En China, el riesgo de deflación aún presente y los efectos negativos de la guerra comercial deberían multiplicar las medidas de apoyo fiscal y monetario. Además, las ventas minoristas chinas de mayo repuntaron gracias a las subvenciones para la compra de determinados productos. b) Decisiones generales de inversión adoptadas. Durante el primer semestre del año, lo más relevante y de mayor calado en el cambio de nuestro posicionamiento ha estado en la gestión de la renta Fija. Donde en momentos como el anuncio de Alemania de un ambicioso plan de estímulo provocó un repunte de las tires de los bonos y aprovechamos para incrementar la duración. También hemos ido rotando desde el crédito hacia bonos gobiernos porque la reducción de spreads nos hacían ver las valoraciones algo ajustadas, no hemos renunciado al crédito, simplemente reducido por si presenta oportunidad en el futuro para tener capacidad de compra. En renta variable nos hemos mantenido en la neutralidad con una buena diversificación geográfica, y destacamos el fuerte rebalanceo que hicimos de abril, cuando el mercado ante el anuncio de los aranceles de Trump perdió más de un 15% en unos días, quitando mucha exposición a la cartera que aprovechamos para comprar en muy buen momento. c) Índice de referencia. No sigue a ningún índice de referencia d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El fondo no ha realizado operativa significativa en este periodo e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. Los fondos de la misma categoría de renta fija mixta euro gestionados por Mutuactivos SAU SGIIC tuvieron una rentabilidad media del 2,52% en el periodo. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo El fondo no ha realizado operativa significativa en este periodo b) Operativa de préstamo de valores. N/A c) Operativa en derivados y adquisición temporal de activos. N/A d) Otra información sobre inversiones. La entidad depositaria ha remunerado los importes mantenidos en cuenta corriente en las condiciones pactadas. Activos en situación de litigio: N/A Inversiones en otros fondos N/A Inversiones clasificadas como 48.1.j: N/A 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A 4. RIESGO ASUMIDO POR EL FONDO. N/A 5. EJERCICIO DERECHOS POLITICOS. N/A 6. INFORMACION Y ADVERTENCIAS CNMV. N/A 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N/A 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. N/A 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. Este entorno en el que los aranceles siguen en el foco, al ser todavía una página por escribir, con las dudas respecto al déficit, consideramos que las incertidumbres siguen altas, pero a la vez que la economía sigue manteniendo un ritmo de crecimiento, con planes de estímulo en varias partes del mundo, unos bancos centrales con capacidad de reacción y con unas empresas con situaciones financieras buenas y unos resultados óptimos, nos llevan a mantener la neutralidad en renta variable. Eso si con una estructura diversificada y apuestas concretas en calidad. Mantenemos que los resultados empresariales crecerán, pero de una forma más moderada a los de anteriores ejercicios y, por tanto, nuestra visión sigue siendo constructiva de los mercados de renta variable y en los de renta fija aunque en este último caso de manera táctica hemos rebajado el nivel de riesgo a la espera de oportunidades en forma de ampliación de spread. Igualmente seguimos con la apuesta de oro a modo de cobertura ya que se mantienen los flujos vistos en los últimos años y el aumento de las tensiones geopolíticas durante la primera parte del año nos hace sentir cómodos con el metal precioso. No aplicable No aplicable